若丨m减2丨鱼(n 3)的2次方互为相反数,是花间(m n)的2016的次方
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lim(n→∞)(n+1)(n+2)(n+3)/(5n³+n)=lim(n→∞)(1+1/n)(1+2/n)(1+3/n)/(5+1/n²).分子分母同时除以n³=1/5
乘方的乘方:幂直接相乘(xy^4)^m=(x^4)(y^4m)-(p^2q)^n=-(p^2n)(q^n)(xy^3n)^2+(xy^6)^n=(x^2)(y^6n)+(x^n)(y^6n)(-3x^
根据题意,原式=(n+2)m-2mn+n(m+2)=mn+2m-2mn+mn+2n=2(m+n),又m2=n+2,n2=m+2,故有m2-n2=n-m,得m+n=-1,故原式=2(m+n)=-2.故选
m^2=n+2,①n²=m+2,②①-②,得,m²-n²=n-m(m-n)(m+n)=n-m因为m≠n所以m-n≠0,两边除以m-n,得,所以m+n=-1①*②,(mn)
m2+m-1=0,n2-n-1=0代数式m3+n3+2m2-2n2+2008的值m2+m-1=0,n2-n-1=0m^2+m=1,n^2-n=1m3+n3+2m2-2n2+2008=m^3+m^2+m
答:x的2m次方+2x的m+1次方-x的m次方=x^(2m)+2x^(m+1)-x^m=(x^m+2x-1)(x^m)
m3-3mn+n3=(m2)*m-3mn+(n2)*n=(n+2)m-3mn+(m+2)n=mn+2m-3mn+mn+2n=2(m+n)-mn又因为m2=n+2,n2=m+2相减得到:m2-n2=(m
5^m=325^n=5^(2n)=45^(4m-2n-1)=5^(4m-(2n+1))=5^(4m)/5^(2n+1)=(5^m)^4/[5^2n*5]=81/20
答:2的m次方加2的m次方减3*2的m加1次方2^m+2^m-3*2^(m+1)=2*2^m-3*2*2^m=2*2^m-6*2^m=-4^2^m=-2^(m+2)
lim(n→∞)(3n³-2n+1)/(8-n³)=lim(n→∞)(3-2/n²+1/n³)/(8/n³-1)=-3
m(-2)>0负2的m次方大于0则m为偶数n(-2)<0负2的n次方小于0则n为奇数3^m+(-3)^n=3^m-3^n3^m为3的m次方.
m^2=n+2n^2=m+2则m^3-2mn+n^3=m*(n+2)-2mn+n*(m+2)(这一步是把m^3中的m^2用已知条件代了)=mn+2m-2mn+mn+2n=2(m+n)而由已知条件,m2
确认一下,是不是9m²+[4m²-3m-(2m²-6m)]=?如果是,那么答案为11m²+3m备注:注意平方周围有无括号
4×2^m×3^m=2^(m+2)×3^m=2^17
不方便看图的话看这里 X^(2M)=2 [(2X)^(3M)]^2-[(3X)^M]^2=[(2X)^(6M)]-[(3X)^(2M)]=[2^(6M)][X^(2M)]^3-[3
m^2=n+2,n^2=m+2则m^2-n^2=n-m(m+n)(m-n)=n-m(m+n+1)(m-n)=0m不等于n所以m+n=-1m^3-2mn+n^3=mm^2-2mn+nn^2=m(n+2)
因m2=2n+3,n2=2m+3所以m2-n2=(2n+3)-(2m+3)所以(m+n)(m-n)=2(n-m),⑴m=n时,m2=2m+3,解得:m=-1或m=3,所以m=n=-1或m=n=3当①m
用数学归纳法(1)当n=1时,n^3+3/2n^2+1/2n=3是3的倍数(2)设当n=k时,k^3+3/2k^2+1/2k是3的倍数,则当n=k+1时,(k+1)^3+3/2(k+1)^2+1/2(
p^(2m+3)-P^(2m)+p^m=(p^(m+3)-P^m+1)·p^m